CALCULATION:Cost PRICE of table for the shopkeeper = PCOST price of table for Amal = (120/100) × p = 1.2pCost price of table for ASIM = (80/100) × p = 0.8pCost price of table for BIMAL = (130/100) × 1.2p = 1.56pCost price of table for Barun = (70/100) × 0.8p = 0.56p⇒ x = 1.56p, y = 0.56p⇒ (x – y)/p = (1.56 – 0.56)p/p = 1∴ The value of (x – y)/p is 1. "> CALCULATION:Cost PRICE of table for the shopkeeper = PCOST price of table for Amal = (120/100) × p = 1.2pCost price of table for ASIM = (80/100) × p = 0.8pCost price of table for BIMAL = (130/100) × 1.2p = 1.56pCost price of table for Barun = (70/100) × 0.8p = 0.56p⇒ x = 1.56p, y = 0.56p⇒ (x – y)/p = (1.56 – 0.56)p/p = 1∴ The value of (x – y)/p is 1. ">
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A shopkeeper sells two tables, each procured at cost price p, to Amal and Asim at a profit of 20% and at a loss of 20%, respectively. Amal sells his table to Bimal at a profit of 30%, while Asim sells his table to Barun at a loss of 30%. If the amounts paid by Bimal and Barun are x and y, respectively, then (x -y) / p equals

Arithmetic Ability Profit And Loss in Arithmetic Ability 8 months ago

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CALCULATION:Cost PRICE of table for the shopkeeper = PCOST price of table for Amal = (120/100) × p = 1.2pCost price of table for ASIM = (80/100) × p = 0.8pCost price of table for BIMAL = (130/100) × 1.2p = 1.56pCost price of table for Barun = (70/100) × 0.8p = 0.56p⇒ x = 1.56p, y = 0.56p⇒ (x – y)/p = (1.56 – 0.56)p/p = 1∴ The value of (x – y)/p is 1.
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Posted on 04 Nov 2024, this text provides information on Arithmetic Ability related to Profit And Loss in Arithmetic Ability. Please note that while accuracy is prioritized, the data presented might not be entirely correct or up-to-date. This information is offered for general knowledge and informational purposes only, and should not be considered as a substitute for professional advice.

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